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secx + 1 51. secx - 1 (cscx + cotx)? %3D 52 56 verify that the equat

secx + 1 51. secx - 1 (cscx + cotx)? %3D 52 56 verify that the equat

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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I need help on question #51 for pre-calculus.

secx tanx 42. 41. tanx = cos.rcot.x cscx secx 1 1 = 2 sec't 1 43. 1 + sint 44. sect - 1 1-sint 1. 1 1 45. 1+secx = 2cotxcscx 46. 1 cscx %3D 1-secx For Exercises 47-52, verify that the equation is an identity. (See Example 6) sin 0 cos O 47. csc 0- cot 0 = 1 + cos 0 48. tan 0 + s 010001013 1 1- sinx cos°x 1 49. cosx + sinxcosx 50. sinx - s cos'x secx + 1 51. secx -1 sinx + c 52. sinx – = (cscx + cot.x)? For Exercises 53–56, verify that the equation is an identity. (See Example 7) 54. In cott anoi 56. In/csc 6 53. In/cost- In|cott| In|sint| %3D 55. In sec 0+ tan 0| = -In|sec 0 - tan 0| %3D For Exercises 57–60, simplify each side of the equation independently to reach (Soo Frromplo 8)
Transcribed Image Text:secx tanx 42. 41. tanx = cos.rcot.x cscx secx 1 1 = 2 sec't 1 43. 1 + sint 44. sect - 1 1-sint 1. 1 1 45. 1+secx = 2cotxcscx 46. 1 cscx %3D 1-secx For Exercises 47-52, verify that the equation is an identity. (See Example 6) sin 0 cos O 47. csc 0- cot 0 = 1 + cos 0 48. tan 0 + s 010001013 1 1- sinx cos°x 1 49. cosx + sinxcosx 50. sinx - s cos'x secx + 1 51. secx -1 sinx + c 52. sinx – = (cscx + cot.x)? For Exercises 53–56, verify that the equation is an identity. (See Example 7) 54. In cott anoi 56. In/csc 6 53. In/cost- In|cott| In|sint| %3D 55. In sec 0+ tan 0| = -In|sec 0 - tan 0| %3D For Exercises 57–60, simplify each side of the equation independently to reach (Soo Frromplo 8)
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